Dedekind cut (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Dedekind cut" in English language version.

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1,820th place
998th place
61st place
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2nd place

bnf.fr (Global: 61st place; English: 357th place)

gallica.bnf.fr

  • Bertrand, Joseph (1849). Traité d'Arithmétique. page 203. An incommensurable number can be defined only by indicating how the magnitude it expresses can be formed by means of unity. In what follows, we suppose that this definition consists of indicating which are the commensurable numbers smaller or larger than it ....

doi.org (Global: 2nd place; English: 2nd place)

ubc.ca (Global: 1,820th place; English: 998th place)

math.ubc.ca

  • Dedekind, Richard (1872). Continuity and Irrational Numbers (PDF). Section IV. Whenever, then, we have to do with a cut produced by no rational number, we create a new irrational number, which we regard as completely defined by this cut ... . From now on, therefore, to every definite cut there corresponds a definite rational or irrational number ....